Dual-mode electromechanical variable speed transmission apparatus and method of control

ABSTRACT

The current invention discloses a dual-mode electro-mechanical variable speed transmission. Said transmission includes an input shaft, an output shaft system, a planetary gear system having at least three co-axial rotating members, two electric machines along with the associated controllers for the electric machines, and at least a clutch. Said planetary gear system has at least three branches; each branch corresponds to a co-axial rotating member. The first branch couples to the first electric machine with a fixed speed ratio; another branch couples to the input shaft with a fixed speed ratio; and yet anther branch couples to the output shaft system with a fixed speed ratio; the second electric machine couples selectively to two of the branches in the planetary gear system with different speed ratios. Said two branches are not the first branch and one of the said two branches is connected to the output shaft system. Said dual-mode electro-mechanical variable speed transmission is capable of providing at least two power splitting operation modes, including an output power splitting mode. Different operation modes cover different speed ratio regimes. At the mode switching point, the corresponding clutch or clutches is automatically synchronized. Thus the speeds of the rotation members of the transmission are continuous, and the transmission is free from shock loads at the operating mode switching point. In addition, said transmission is capable of providing operations with at least a fixed input-to-output speed ratio.

TECHNICAL FIELD

The invention is related to a dual mode electro-mechanical variable speed transmission. It can be used in a wide variety of vehicle applications and power equipments.

TECHNOLOGY BACKGROUND

An internal combustion engine operates in a certain range of speed and power. Inside this range, there usually exists a smaller regime where the engine archives the best performance. On the other hand, however, driving conditions vary enormously, not only in wheel speed but also in driving torque at the drive wheels. A combination of a given speed and torque defines a power state. Matching the power state of the engine with that of the drive wheels is one of the primary functions for a transmission.

In recent years, the development of hybrid technology provides new avenues for achieving improved match in power state between the internal combustion engine and the drive wheels. Among various power-train architecture designs, the most representative is the electro-mechanical continuous variable transmission, known as Toyota hybrid system, or THS. THS uses power split principle, splitting the input power into two paths of different type. Part of the input power passes through a so-called mechanical power path which is comprised of gears and shafts; the rest passes through an electric power path which contains electric machines. The device that splits the power is a simple planetary gear system. THS has only one power splitting mode and provides a single output to input speed ratio node point SR. When the transmission operates at a speed ratio higher than the speed ratio node point, internal power circulation occurs. One of the power paths sees more power than that transmitted through the transmission, which reduces power transmission efficiency. This, to a large extent, constrains the effective operating speed ratio of the transmission. For high power vehicle applications, the power ratings for the electric machines have to be increased significantly.

SUMMARY OF INVENTION

One of the objectives of current invention is to overcome the aforementioned drawbacks of prior art by providing a novel family of dual-mode electro-mechanical variable speed transmissions that share the common design feature and performance characteristics. These transmissions can operate under at least two different power splitting modes, offering higher power transmission efficiency by avoiding internal power circulation. These transmissions are capable of providing, in a wide range, continuously variable output to input speed ratio and independent power regulation. They significantly extend the operational speed ratio range.

To achieve above objectives, the current invention provides following technical solution: Said dual-mode electro-mechanical variable speed transmission includes a gear system, an input shaft, an output shaft system, at least a clutch, and two electric machines along with their electric drives and controllers. Said gear system can be a three-branch planetary system, having at least three co-axial rotate-able members or components. Each and every rotate-able component constitutes a branch in the gear system. The three-branch gear system is also known as the three-shaft gear system. It has two degrees of freedom: the speeds of any two branches uniquely determine the speed of the remaining branch. Using vertical vectors to represent the rotational speeds of the three branches and lining the vectors up in the horizontal direction with predetermined distances between them, a so-called speed monograph, shown in FIG. 1, is constructed. Each vector corresponds to a branch. Each branch according to its position from left to right (or from right to left) on the speed monograph, is referred to as the first (I), second (II) and third (IV) branch of the gear system, respectively. The end point of speed vectors lies on a straight line, which is referred to as the speed line. For a three-branch gear system, the relationship among the rotational speeds of the braches is uniquely defined by a characteristic parameter of the gear system K_(a), where K_(a) is the distance between the first and second branch, assuming the distance between the second and third branch is a unit (1). The gear system is connected to the input shaft, the output shaft system, and to the first and second electric machines in the following configuration: the input shaft connects to a branch of the gear system, establishing a fixed speed ratio between them; the output shaft system connects to another branch of the gear system, establishing a fixed speed ratio; the first electric machine connects to the remaining branch of the gear system, establishing a fixed speed ratio; the second electric machine selectively connects to one of the two branches that are not connected to the first electric machine, establishing at least two speed ratios.

Said gear system can also be a four-branch gear system having at least four co-axially rotate-able members or components. Each of co-axial rotate-able components is associated with a corresponding branch of the four-branch gear system. The four-branch gear system is also known as four-shaft gear system. Four-branch gear system also has two degrees of rotational freedom. That is to say, the speeds of any two braches uniquely determine the speeds of remaining branches. A four-branch gear system can be represented by a four-branch speed monograph, as shown in FIG. 2. The vertical vectors in FIG. 2 represent the rotational speeds of the four branches. Similarly, according to their positions from left to right (or from right to left) on the four-branch speed monograph, these four branches are referred to as the first branch (I), the second branch (II), the third branch (III) and the fourth branch (IV), respectively. The distances between the speed vectors which are associated with corresponding braches of the four-branch gear system, are uniquely determined by the characteristic parameters K_(a) and K_(b) of the gear system. Here it is assumed the distance between the fourth and the third branches is a unit (1). K_(a) is defined as the distance between the third branch and the second branch; K_(b) is defined as the distance between the third branch and the first branch. The four-branch gear system is connected to the input shaft, the output shaft system and the first and second electric machines in the following configuration: the input shaft connects to one of the four branches, establishing a fixed speed ratio; the output shaft system connects to another branch of the gear system with a fixed speed ratio; the first electric machine connects to yet another branch of the gear system with a fixed speed ratio; the second electric machine selectively connects either to the branch that is connected to the output shaft system or to the remaining branch of the four-branch gear system, establishing at least two speed ratios.

Said dual-mode electro-mechanical variable speed transmission includes at least a counter shaft and at least a clutch installed on the counter shaft. The second electric machine selectively couples to two different branches of the gear system via the counter shaft and the clutch or clutches, to realize two different power splitting modes. To ensure speed synchronization between the components that the clutch is to connect during the shifting between two power split modes, the speed ratios between the second electric machine and the branch it connects and the branch it is about to connect must satisfy a predetermined proportional relationship. Said relationship is determined by the characteristic parameters of the gear system. At the switching point between different power splitting modes, the torque of the second electric machine is essentially zero. No torque impact exerts on the clutch. This leads to a smooth, continuous and non-interruptive operation in terms of speed, torque and power for components associated with the input shaft, the output shaft system and the first and second electric machines.

Said dual-mode electro-mechanical variable speed transmission may further include a brake or brakes. In general, clutch and brake are referred to as torque transfer devices. Through coordinated operation of said torque transfer devices, the transmission may function as a stepwise transmission, providing at least a fixed speed ratio, in addition to the continuously variable speed ratio. Fixed speed ratio operation may be desirable for special applications.

The current invention also provides a method for design, producing and operating said dual-mode electro-mechanical variable speed transmission. Said method includes following steps: (1) Produce a planetary gear system; said planetary gear system includes at least four co-axial rotate-able components with each corresponding to a branch; said planetary gear system has two degrees of rotational freedom; the speeds of any two branches uniquely determine the speeds of all other branches in the planetary gear system; said planetary gear system can be represented by a speed monograph; the distance between the first and third branches is denoted by K_(b), the distance between the second and third braches is K_(a), the distance between the fourth and the third branches is a unit 1. (2) Provide a first and a second electric machine; the maximum continuous power ratings of the electric machines are set to be no less than P_(EM). (3) Design and produce an input shaft, making it capable of transmitting a maximum power no less than P_(in). (4) Design and produce an output shaft system. (5) Design and produce a clutch or clutches, having at least an engagement position. (6) Connect, with a fixed speed ratio, the first electric machine to the first branch of the planetary gear system; connect, with a fixed speed ratio, the output shaft system to the second branch of the planetary gear system; connect, with a fixed speed ratio, the input shaft to the third branch of the planetary gear system, and connect selectively with two speed ratios GR×GR1 and GR×GR2, respectively, the second electric machine to the second branch or to the fourth branch of the planetary gear system, where GR×GR1 is the speed ratio of the second branch to the second electric machine, GR×GR2 is the speed ratio of the fourth branch to the second electric machine; in doing so, a dual-mode variable speed transmission is constructed. (7) Operate said transmission to provide at least two different operation modes; switching between operating modes is achieved by using clutch or clutches; at switching point, the components to be engaged by the clutch or clutches are automatically synchronized with no discontinuity in speed; at switching point, the speed ratio between the second branch and the third branch of the planetary gear system is denoted by SR_(b). (8) Select the characteristic parameters K_(a) and K_(b) of the planetary gear system such that the following relationship holds true,

${{\frac{\left( {K_{a} + 1} \right)\left( {1 - {SR}_{b}} \right)}{K_{a} \cdot {SR}_{b}} + 1} = \frac{{GR}\; 2}{{GR}\; 1}};$ $\frac{K_{b}\left( {K_{a} + 1} \right)}{K_{b} - K_{a}} \leq \left( \frac{1 + {P_{em}/P_{in}}}{1 - {P_{em}/P_{in}}} \right)^{2}$

Above mentioned technical solution has following benefits: it offers a novel dual-mode electro-mechanical variable speed transmission with reduced power demands on electric machines. Said transmission has simple and compact structure and low manufacturing cost. It is capable of providing continuous operation from reverse to stop and to forward, without requiring the conventional launching device. Said transmission significantly improves the overall efficiency of the vehicle.

BRIEF DESCRIPTION OF ACCOMPANYING DRAWING

In the accompany drawings which form part of the specification:

FIG. 1 is a three-branch speed monograph, describing the rotational speed relationship among co-axial rotating components of the three-branch gear system;

FIG. 2 is a four-branch speed monograph, describing the rotational speed relationship among co-axial rotating components of the four-branch gear system;

FIG. 3 is a schematic diagram of a preferred embodiment (embodiment 1) of dual-mode electro-mechanical transmission of current invention;

FIG. 4 is a schematic diagram of another preferred embodiment (embodiment 2) of dual-mode electro-mechanical transmission of current invention;

FIG. 5 is a schematic diagram of another preferred embodiment (embodiment 2A) of dual-mode electro-mechanical transmission of current invention;

FIG. 6 is a schematic diagram of another preferred embodiment (embodiment 2B) of dual-mode electro-mechanical transmission of current invention;

FIG. 7 is a schematic diagram of another preferred embodiment (embodiment 3) of dual-mode electro-mechanical transmission of current invention;

FIG. 8 is a schematic diagram of another preferred embodiment (embodiment 3A) of dual-mode electro-mechanical transmission of current invention;

FIG. 9 is a schematic diagram of another preferred embodiment (embodiment 4) of dual-mode electro-mechanical transmission of current invention;

FIG. 10 is a schematic diagram of another preferred embodiment (embodiment 4A) of dual-mode electro-mechanical transmission of current invention; and

FIG. 11 is a schematic diagram of another preferred embodiment (embodiment 4B) of dual-mode electro-mechanical transmission of current invention.

DESCRIPTION OF PREFERRED EMBODIMENT

The current invention can have various embodiments and configurations that incarnate the spirit of current invention. Embodiments and configurations disclosed thereafter in text and in illustrations are used for the purpose of explanation only and shall not be interpreted as limitation to the scope of current invention. The following detailed description illustrates the invention by way of example and not by way of limitation.

FIG. 3 shows a preferred embodiment, the embodiment 1 of current invention. The dual-mode electro-mechanical variable speed transmission is comprised of a three-branch gear system, an input shaft (Input), an output shaft system (Output), a first clutch (CL1), a second clutch (CL2), a counter shaft (CTS), and a first and second electric machines (EM1, EM2) along with their associated drives and controllers (not shown). Said three-branch gear system is a simple planetary gear-train, having a ring gear (R), a set of planet gears (P), a planet carrier C and a sun gear (S). The ring gear (R) is in internal meshing engagement with the planet gears (P); the sun gear (S) is in external meshing engagement with the planet gears (P). The sun gear (S) constitutes the first branch (I) of the three-branch gear system; the planet carrier (C) constitutes the second branch (II) of the three-branch gear system; and the ring gear (R) constitutes the third branch (III) of the three-branch gear system. The characteristic parameter K_(a) of the three-branch gear system is uniquely determined by the teeth number Z_(R) of the ring gear and the teeth number of the sun gear Z_(S). The output shaft system further includes a differential (Diff), a first half-shaft (Output_1) and a second half-shaft (Output_2). Each electric machine is comprised of a rotor and a stator. For three-branch gear system shown in embodiment 1, the characteristic parameter is expressed as:

$\begin{matrix} {K_{a} = \frac{Z_{R}}{Z_{S}}} & (1) \end{matrix}$

In embodiment 1, the rotor of the first electric machine EM1 is directly coupled to sun gear S, establishing a connection with the first branch of the three-branch gear system with a fixed speed ratio (1). The input shaft (Input) couples to the planet carrier C via a torsion damper or a shuck load absorber (Dmp), establishing a connection with the second branch of the three-branch gear system with a fixed speed ratio (1). The output shaft system (Output) couples to ring gear R via two pairs of gears G1A, G1B and G4A, G4B, establishing a connection with the third branch of the three-branch gear system with a fixed speed ratio (GR1×GR4). The second electric machine EM2, either couples to the ring gear R with the speed ratio of GR1×GR3, through gears G1A, G1B and gears G3A, G3B, establishing a selective connection with the third branch of the three-branch gear system, or couples to the planet carrier C with speed ratio of GR2×GR3, through gears G2A, G2B and gears G3A, G3B, establishing a selective connection with the second branch of the three-branch gear system. Here GR1, GR2, GR3 and GR4 are gear teeth ratios, defined respectively as,

$\begin{matrix} {{{{GR}\; 1} = \frac{Z_{G\; 1B}}{Z_{G\; 1A}}};{{{GR}\; 2} = \frac{Z_{G\; 2B}}{Z_{G\; 2A}}};{{{GR}\; 3} = \frac{Z_{G\; 3B}}{Z_{G\; 3A}}};{{{GR}\; 4} = \frac{Z_{G\; 4B}}{Z_{G\; 4A}}}} & (2) \end{matrix}$

where Z denotes the number of teeth with its subscript representing the corresponding gear. For example, Z_(G1A) denotes the number of teeth for gear G1A. The structure and connection characteristics that the embodiment 1 represents can be expressed as:

S(EM1)−C(Input,EM2[CL2])−R(Output,EM2[CL1])

Each term, separated by the symbol “−” in above expression represents a branch. The total number of terms represents the number of branches of the gear system. In this example, the expression has three terms, thus representing a three-branch gear system. The first term represents the first branch of the three-branch gear system; the second term represents the second branch of the three-branch gear system and the third term represents the third branch of the three-branch gear system. The symbol used in each term denotes the corresponding rotational components of the gear system. For example, the first term S in above expression represents the sun gear. The content in the round brackets following each term represents the component or components that is connected to the branch the term represents. For example, the first term S(EM1) in above expression denotes that the first electric machine EM1 is connected to the sun gear S at the first branch of the gear system. When the connection of a component to a branch is made through a clutch, the corresponding clutch is placed in square brackets after the component. For example, the second term C(Input,EM2[CL2]) in above expression denotes the input shaft Input is connected to the carrier C at the second branch of the gear system and the second electric machine EM2 is also connected to the carrier C through clutch CL2 at the second branch.

The first and second electric machines EM1, EM2, along with their respective drives, are electrically connected to transmit power. When the dual-mode electro-mechanical variable speed transmission is used in a hybrid vehicle, the hybrid system may further include an energy storage device (BT, not shown in illustrations) to store and recapture energy.

When the second electric machine EM2 is connected to the ring gear R, clutch CL1 engages and clutch CL2 disengages. The transmission is operated under the so-called output power split mode. The input power is split into two paths and transmitted to the output shaft system. One is the mechanical path that goes from the input shaft (Input), through the planet carrier C, the planets P, the ring gear R and the output gear sets G1A, G1B and G4A, G4B to the output shaft system (Output); the other is the electrical path that goes from input shaft (Input), through the planet carrier C, the planets P, the sun gear S, the first electric machine EM1, the second electric machine EM2, gear set G3B, G3A, the counter shaft CTS, clutch CL1, and gear set G4A, G4B to the output shaft system (Output).

When the second electric machine EM2 is connected to the planet carrier C, clutch CL2 engages and clutch CL1 disengages. The transmission is operated under the so-called input power split mode. Similarly, the input power is split and transmitted to the output shaft system through two power paths. The mechanical power path goes from the input shaft (Input), the planet carrier C, the planet gears P, the ring gear R, and the gear sets G1A, G1B and G4A, G4B to the output shaft system (Output); the electrical power path goes from the input shaft (Input), gear set G2A, G2B, clutch CL2, counter shaft CTS, gear set G3A, G3B, the second electric machine EM2, the first electric machine EM1, the sun gear S, and then through the planet carrier C, the ring gear R, gear sets G1A, G1B and G4A, G4B to the output shaft system (Output).

To facilitate the description, the ratio of the output shaft system (Output) speed to the input shaft (Input) speed is defined as the output-to-input speed ratio of the transmission and is simply referred to thereafter as the speed ratio, SR.

The first embodiment (embodiment 1) is capable of providing a natural speed ratio node SR0 where the speed of the output shaft system is zero and a regular speed ratio node SR1. At the regular speed ratio node, at least one of the electric machines achieves zero rotational speed. The natural speed ratio node SR0 divides the entire speed ratio regime into a forward speed ratio regime and a reverse speed ratio regime. Above the natural speed ratio node is the forward regime; below the natural speed ratio node is the reverse regime. The first speed ratio node SR1 further divides the forward regime into a low speed ratio regime and a high speed ratio regime. Below the first speed ratio node is the low speed ratio regime and above the first speed ratio node is the high speed ratio regime.

At the first speed ratio node point SR1, the torque of the second electric machine EM2 is zero if there is no net power exchange between the transmission and the energy storage device. Thus, it would be advantageous to choose SR1 as the switching point between different power splitting modes to avoid or reduce shock load in torque for the transmission. In the low speed ratio regime below SR1, the transmission adopts output power split operation mode; in the high speed ratio regime above SR1, the transmission adopts input power split operation mode. In the reverse regime, the hybrid system operates under pure electric drive mode. Thus, the power in each path, whether mechanical path or electric path, is always less than the power transmitted through the transmission from the input shaft to the output shaft system. No internal power circulation exists in any speed ratio regime for the dual mode electro-mechanical variable speed transmission. The speed ratio range of the transmission is thus effectively extended. To ensure speed synchronization of the clutch at the mode switching point SR1, the following relationship between the gear ratios has to be satisfied,

$\begin{matrix} {\frac{{GR}\; 2}{{GR}\; 1} = \frac{K_{a}}{K_{a} + 1}} & (3) \end{matrix}$

The operation of the dual mode electro-mechanic variable speed transmission shown in FIG. 3 is described below.

Slow Speed Region.

Before vehicle starting to move, the transmission operates under low speed ratio regime. The second electric machine EM2, couples to the output shaft system through clutch CL1. The first electric machine EM1 is idling with rotational speed in the same direction as the input shaft that is coupled to the internal combustion engine. The second electric machine EM2 is at zero speed. When vehicle starts, the electric drive (CTRL) of the electric machine delivers electric power to the second electric machine, providing drive torque, according to commends it receives. The drive torque is amplified through two-stage gears G3A, G3B and G4B, G4A, and applied to the output shaft system (Output). At this moment, except for small amount internal losses, the second electric machine EM2 consumes or converts essentially no power. The vehicle is at stand still; there is only torque demand and no power demand. The torque demand is primarily supplied by the second electric machine EM2. Concurrently, the internal combustion engine provides no torque for vehicle launching, and thus delivers essentially zero power to the input shaft. As the second electric machine increases its drive torque, vehicle starts to move. Consequently, the second electric machine starts to rotate. The rotational speed of the first electric machine decreases as the vehicle gradually picking up the speed. Accordingly, the second electric machine starts to consume electric power, converting it into the required mechanical power to drive the vehicle. The consumed electric power is fully or partially supplied by the first electric machine through the electric drive (CTRL). To balance the torque of the first electric machine, the internal combustion engine is now providing necessary drive torque. After vehicle starts to move, the drive torque required by the vehicle is provided collaboratively by both the internal combustion engine and the second electric machine EM2. The torque of the second electric machine reduces gradually.

As the speed of the vehicle continues to increase, the speed of the second electric machine increases and its torque further reduces. In contrast, the speed of the first electric machine EM1 continues to decrease, till it becomes zero. At this point, the first electric machine reaches its zero speed node point. Correspondingly, the transmission arrives at its regular speed ratio node point SR1. Assuming there is no net electric power exchange between the transmission and the energy storage, the speed ratio of the transmission at which the speed of the first electric machine EM1 becomes zero coincides with the speed ratio at which the torque of the second electric machine EM2 is zero.

High Speed Region

The speed ratio node point SR1 of the transmission is the dividing point between the slow and high speed ratio regions. At this switching point SR1, the torque of the second machine is zero (assuming no net electric power exchange between the transmission and energy storage device); the rotational components associated with clutches CL1, CL2 are synchronized. During switching of operation mode, the second clutch CL2 engages, connecting the second electric machine EM2 to the input shaft. Following this event, the first clutch CL1 disengages, releasing the second electric machine EM2 from the output shaft system. In doing so, the transmission adopts the input power split operation mode to avoid internal power circulation.

As the speed of vehicle further increases, the speed ratio of the transmission increases to exceed the speed ratio node point SR1. The speed of the first electric machine EM1 starts to increase from zero in a reversed direction with respect to internal combustion engine. The speed of the second electric machine EM2 varies with speed of engine at a fixed speed ratio. Assuming there is no net electric power delivered to or received from the energy storage device, the torque of the second electric machine will be increasing in a reversed direction from zero concurrently. Under this condition, the second electric machine EM2 acts as a generator, converting mechanical power into electric power to feed the first electric machine EM1. The first electric machine EM1 acts as a motor, converting electric power into mechanical drive power.

The transmission shown in FIG. 3 provides at least one fixed output-to-input speed ratio to fulfill the demands that may be required in certain applications. This is achieved by engaging both clutch CL1 and clutch CL2. Under this condition, the transmission transmits power through mechanical power path.

The first embodiment, embodiment 1, has other variations. For example, the connection of the input shaft to the planetary gear and the connection of the output shaft system to the planetary gear are exchangeable; that is to say, the output shaft system connects to the second branch C of the three-branch gear system and the input shaft connects to the third branch R. This leads to embodiment 1A. The structure and connection characteristics of embodiment 1A can be expressed as,

S(EM1)−C(Output,EM2[CL1])−R(Input,EM2[CL2])

Accordingly, the condition for synchronization of clutches is set forth by,

$\begin{matrix} {\frac{{GR}\; 2}{{GR}\; 1} = {1 + \frac{1}{K_{a}}}} & (4) \end{matrix}$

FIG. 4 shows embodiment 2 of the current invention. It represents a typical example of the second type of embodiments. The transmission shown in FIG. 4 is comprised of a four-branch planetary gear system, an input shaft (Input), a counter shaft (CTS), an output shaft system (Output), a first clutch CL1, a second clutch CL2, and a first and second electric machines EM1, EM2 along with their electric drives (CTRL, not shown). Said four-branch planetary gear system is constituted by a Ravigneaux planetary gear-train. It contains a large sun gear S1, a small sun gear S2, a set of long planet gear PL, a set of short planet gear PS, a ring gear R and a planet carrier C. Each of said long planet gears PL is in internal meshing engagement with the ring gear R and in external meshing engagement with the large sun gear S1; each of said short planet gears PS is in external meshing engagement with a corresponding long planet gear PL and with the small sun gear S2. Said small sun gear S2 constitutes the first branch (I) of the four-branch gear system, the ring gear R constitutes the second branch (II), the planet carrier C constitute the third branch (III) and the large sun gear S1 constitutes the fourth branch (IV). The characteristic parameters K_(a) and K_(b) are uniquely determined by the teeth number of the ring gear Z_(R), the teeth number of the large sun gear Z_(S1), and the teeth number of the small sun gear Z_(S2).

$\begin{matrix} {{K_{a} = \frac{Z_{S\; 1}}{Z_{R}}};{K_{b} = \frac{Z_{S\; 1}}{Z_{S\; 2}}}} & (5) \end{matrix}$

The output shaft system includes a differential (Diff), a first and a second output half-shaft, Output_1 and Output_2. Each electric machine comprises a rotor and a stator.

The rotor of the first electric machine EM1 is coupled directly to the small sun gear S2, establishing a connection with a fixed speed ratio (GR5=1) to the first branch of the four-branch gear system. The output shaft system (Output) couples to the ring gear R via two stages of meshing gears G1A, G1B and G4A, G4B, establishing a connection with a fixed speed ratio (GR1×GR4) to the second branch of the four-branch gear system. The input shaft (Input) couples to the planet carrier C through a torsion damper Dmp, establishing a connection to the third branch of the four-branch gear system with a fixed speed ratio of unit (1). The second electric machine EM2 selectively connects either to the ring gear R through two stages of gears G1A, G1B and G3A, G3B, establishing a connection to the second branch of the four-branch gear system with a first speed ratio (GR1×GR3), or to the large sun gear S1 through two stages of gears G2A, G2B and G3A, G3B, establishing a connection to the fourth branch of the four-branch gear system with a second speed ratio (GR2×GR3). Here GR1, GR2, GR3 and GR4 are gear ratios defined previously. The structure and connection characteristics of embodiment 2 can be expressed as,

S2(EM1)−R(Output,EM2[CL1])−C(Input)−S1(EM2[CL2])

The notations and definitions of symbols employed in above expression are the same as previously described.

Similarly, the first and second electric machines along with their respective drives and controllers are electrically connected for transmitting electric power and signals. When used in hybrid vehicle applications, the system may further include an energy storage device (BT) for storing and recapturing energy.

When the second electric machine EM2 is connected to the ring gear R, clutch CL1 engages and clutch CL2 disengages. The transmission operates under so-called output power split mode. Input power is transmitted to the output shaft system through two power paths. One is the mechanic power path that goes from the input shaft (Input), through planet carrier C, long planet gear PL, ring gear R, gear sets G1A, G1B and G4A, G4B to the output shaft system (Output); the other is the electric power path that goes from input shaft (Input), through planet carrier C, small sun gear S2, the first electric machine EM1, the second electric machine EM2, gear set G3B, G3A, clutch CL1, gear set G4A, G4B to the output shaft system (Output).

When the second electric machine EM2 connects to the large sun gear S1, clutch CL2 engages and clutch CL1 disengages. The transmission operates under so-called compound power split mode. Input power is delivered to the output shaft system through two power paths: a mechanical power path and an electric power path. The mechanical power path goes from the input shaft (Input), through planet carrier C, long planet PL, ring gear R, gear sets G1A, G1B, G4A, and G4B to the output shaft system (Output); the electric power path goes from the input shaft (Input), through planet carrier C, large sun gear S1, gear set G2A, G2B, clutch CL2, gear set G3A, G3B, the second electric machine EM2, the first electric machine EM1, small sun gear S2, then through the large sun gear S1, ring gear R, gear sets G1A, G1B and G4A, G4B to the output shaft system (Output).

Embodiment 2 is capable of providing three output-to-input speed ratio node points, including a natural speed ratio node point SR0 where the output shaft system is at zero speed and two regular speed ratio node points, SR1 and SR2. At a speed ratio node point, at least one of the electric machines is at zero rotational speed. The natural speed ratio node point SR0 divides the entire speed ratio regime into forward and reverse regimes. Above SR0 is the forward regime and below SR0 is the reverse regime. The first speed ratio node point SR1, further divides the forward regime into low and high speed ratio regimes. Below SR1 is the low speed ratio regime, and above SR1 is the high speed ratio regime.

At the first speed ratio node point SR1, the second electric machine EM2 will provide zero torques if there is no net power exchange between the transmission and the energy storage device. Therefore, it is beneficial to choose SR1 as the switching point for power spilt mode in order to reduce or avoid possible impact torque load to transmission. Taking into consideration of possible internal power losses of the electric machines and the associated drives, the actual switching point in SR may be at the vicinity of SR1. The output power split operating mode is adopted at the low speed ratio regime below SR1, the compound power split operating mode is adopted at the mid to high speed ratio regime above SR1. In reverse regime pure electric drive mode could be adopted to effectively avoid internal power circulation. To ensure clutch rotational speed synchronization at switching speed ratio SR, the gear ratios have to satisfy following relationship:

$\begin{matrix} {\frac{{GR}\; 2}{{GR}\; 1} = {1 + \frac{\left( {K_{a} + 1} \right)\left( {1 - {{GR}\; {1 \cdot {GR}}\; {4 \cdot {SR}}}} \right)}{{K_{a} \cdot {GR}}\; {1 \cdot {GR}}\; {4 \cdot {SR}}}}} & \left( {6a} \right) \end{matrix}$

where GR1×GR4×SR is the speed ratio of the second branch (II) to the third branch (III) of the four-branch gear system, and is denoted as SR_(b). That is SR_(b)=GR1×GR4×SR. Substituting SR_(b) into equation (6a), yields

$\begin{matrix} {\frac{{GR}\; 2}{{GR}\; 1} = {1 + \frac{\left( {K_{a} + 1} \right)\left( {1 - {SR}_{b}} \right)}{K_{a}{SR}_{b}}}} & \left( {6b} \right) \end{matrix}$

When choosing the first speed ratio node point SR1 as the operating mode switching point, above equation can be simplified as,

$\begin{matrix} {\frac{{GR}\; 2}{{GR}\; 1} = \frac{K_{b} + 1}{K_{b} - K_{a}}} & \left( {6c} \right) \end{matrix}$

The functions and the operations of the dual-mode electro-mechanical variable speed transmission shown in FIG. 4 are described below:

Continuously Variable Speed Operation 1. Low Speed Ratio Regime

Before the vehicle starts to move, transmission is set to operate in low speed ratio regime. The second electric machine EM2 couples through clutch CL1 to the output shaft system (Output). The first electric machine EM1 is idling, and rotating in the direction opposite to that of the internal combustion engine. The second electric machine EM2 is at zero speed. As the vehicle starts, the controller sends commends to drive circuit. The drive circuit, in turn, provides the required electric power to the second electric machine EM2, generating a driving torque. The drive torque is amplified through two-stage gear sets G3A, G3B and G4B, G4A, and delivered to the output shaft system. At this moment, except for an insignificant amount of internal power losses, the second electric machine EM2 does not convert yet any electric power into mechanical power. Because the vehicle is still at standstill, there is no requirement for drive power but drive torque at the drive wheels. The drive torque to start the vehicle comes primarily from the second electric machine EM2. Concurrently, the internal combustion engine provides zero starting torque for the vehicle, thus there is no power output form the engine. As the torque of electric machine increases, the vehicle takes off from standstill and moves forward. Accordingly, the second electric machine EM2 starts to rotate. Meanwhile, the speed of the first electric machine EM1 gradually reduces to comply with the increased vehicle speed. The second electric machine EM2 begins to consume electric power, converting it into the required mechanical drive power. The consumed electric power is fully or partially provided by the first electric machine EM1 through electric drives and controllers (CTRL). To balance the torque load of the first electric machine EM1, the internal combustion engine must provide the necessary torque. After the vehicle started moving, the drive torque at the drive wheels is shared between the internal combustion engine and the second electric machine EM2, causing the torque of the second electric machine EM2 to reduce.

As the speed of vehicle increases, the rotational speed of the second electric machine EM2 increases but its torque continues to decrease. In contrary, the speed of the first electric machine EM1 continues to decrease, till reaching zero. At the moment when the first electric machine EM1 reaches its zero speed point, the transmission arrives at its first regular speed ratio node point SR1. Assuming there is no net electric power exchange between the transmission and the energy storage device, the zero torque point (speed ratio node corresponding to zero torque) of the second electric machine EM2 coincides with the zero speed point (speed ratio node corresponding to zero speed) of the first electric machine EM1.

2. High Speed Ratio Regime

The first speed ratio node point SR1 marks the transition from low speed ratio regime to high speed ratio regime, or vice versa. At the operation mode switching point, the second electric machine EM2 is at zero torque and the engaging components of the first and second clutches are synchronized. At this moment, the second clutch CL2 engages, connecting the second electric machine EM2 to the large sun gear S1 through gear sets G3A, G3B and G2A, G2B. Immediately after the second clutch's engagement, the first clutch CL1 starts to disengage, disconnecting the second electric machine EM2 from the output shaft system. Transmission is now operating under compound power split mode.

As the speed of the vehicle further increases, the speed ratio of the transmission increases, exceeding the first regular speed ratio node point SR1. The rotational speed of the first electric machine EM1, rises from zero and continues to increase in the same direction as the input shaft from the internal combustion engine. The speed of the second electric machine EM2 starts to reduce. At this moment, should there be no net electric power exchange between the transmission and energy storage device, the torque of the second electric machine EM2 will rise from zero and increase in value at the opposite direction. The second electric machine EM2 functions as a generator, providing electric power to the first electric machine EM1 or/and to the energy storage device. The first electric machine EM1, acts as a motor, converting electric power into mechanical power.

As the vehicle continues to increase in speed, the speed of the second electric machine EM2 continues to decrease to zero. The transmission reaches its second speed ratio node point SR2. At this speed ratio node point, the power transmitted through the electric power path becomes zero; all power is transmitted from input shaft to the output shaft system through the mechanical power path.

Between the first speed ratio node point SR1 and the second speed ratio node point SR2, the power split ratio PR, defined as the power transmitted through the electric power path to the power to be transmitted at the input shaft, possesses a local maximum value. The maximum value is dependent upon the characteristic parameters of the four-branch gear system. Assuming the maximum input power of the transmission is P_(in) and the maximum continuous power rating of the electric machine is F_(em), the power ratio of the maximum continuous power rating of the electric machine to the maximum input power of the transmission is denoted as PR_(max)=P_(em)/P_(in). For an adequate matching between the sizes of electric machines and the construction of the transmission, so that the transmission can be operated continuously and appropriately between the first and second regular speed ratio none points, the characteristic parameters of the four-branch gear system must satisfy following condition,

$\begin{matrix} {\frac{K_{b}\left( {K_{a} + 1} \right)}{K_{b} - K_{a}} \leq \left( \frac{1 + {PR}_{\max}}{1 - {PR}_{\max}} \right)^{2}} & (7) \end{matrix}$

At or in the vicinity of the second speed ratio node point SR2, the torque of the first electric machine EM1 reverses its direction. As the speed ratio of the transmission continues to increase, the speed of the first electric machine EM1 continues to go up; concurrently, the speed of the second electric machine EM2 rises from zero and increases in the reversed direction. To avoid excessive internal power circulation when the speed ratio of the transmission exceeds far beyond the second speed ratio node point SR2, a brake BR may be employed in the transmission to brake the large sun gear S1, namely the fourth branch of the four-branch gear system, when it is deemed necessary.

3. Reverse Regime.

The regime below the natural speed ratio node point SR0 is referred to as the reverse regime. In this regime, the output power split mode is also applicable. The first clutch CL1 engages; the second clutch CL2 disengages. The power is delivered from ring gear R through two gear stages G1A, G1B and G4A, G4B to the output shaft system (Output).

To restrict the power split ratio of the electric power path, avoiding internal power circulation, pure electric drive mode may be adopted in the reverse regime. To this end, the electric machine controller (CTRL) controls the second electric machine EM2 to convert electric power from the energy storage (BT) into mechanical power, delivering it to the output shaft system. The drive torque from the second electric machine EM2 is amplified through the first and fourth gear sets G3A, G3B and G4A, G4B, and then delivered to the output shaft system.

In fact, pure electric drive operation mode is also applicable in forward speed ratio regime.

Geared Neutral and Parking

Embodiment 2 is capable of providing practical and useful functions including geared neutral and parking. When both the first and second clutch CL1 and CL2 are disengaged and when the first electric machine EM1 is switched off or at idle state, the transmission is at geared neutral.

Parking can be achieved by engaging the brake BR and both the first and second clutches CL1 and CL2. If a third clutch CL3 (FIG. 4) is installed between the first and the fourth branches of the four-branch gear system, that is between the large sun gear S1 and small sun gear S2 for this particular embodiment, parking can also be achieved by engaging both the brake BR and the third clutch CL3. In addition, parking can be achieved by conventional parking gear and claws (PBR, not shown) installed on the output shaft system.

Fixed Speed Ratio Operation

Embodiment 2 of the current invention is capable of offering operations at one and up to three fixed speed ratios. The fixed speed ratio operations are provided to suite special application requirements such as towing and acceleration during hill climbing. The conditions for fixed speed ratio operations are listed in the following table.

Fixed speed- Status of clutch and brake ratio position CL1 CL2 CL3 BR 1 engage engage disengage disengage 2 disengage engage engage disengage 3 disengage engage disengage engage

Shifting between adjacent speed-ratio positions is achieved in a smooth and continuous fashion as outlined in previous sections. Thus, there is no power interruption during speed ratio change between fixed speed ratios. In addition, at each fixed speed ratio position, both electric machines (EM1, EM2) can act as motors or generators to provide power assisting or regenerative braking functions as in parallel electric hybrid systems. This results in enhanced power and performance of the vehicle system.

Since the engagement or disengagement occurs under natural synchronization in rotational speed of the involved clutch or clutches, simple clutches of positive engagement type can be used instead of the more complex friction clutches. This eliminates the hydraulic system associated wet friction clutches, and thus effectively reduces internal power losses.

Clutch CL1 and clutch CL2 can be integrated to form a combined clutch CL12. The combined clutch CL12 is installed on the counter shaft CTS. The combined clutch CL12 has three operation statuses: engaging only with gear G1B, engaging only with gear G2B or engaging both with gear G1B and gear G2B. Likely wise, clutch CL3 and be integrated with brake BR to form a combined clutch-brake CLBR, installed on the first branch, namely on the shaft where the large sun gear S1 is connected to. The combined clutch-brake CLBR has two operation statuses: engaging with the fourth branch, namely the small sun gear S1, or engaging with a fixed component of the transmission.

Other Operation Status

Embodiment 2 also provides the function for engine start up. Engine start up is accomplished either by one of the two electric machines independently or by both electric machines acting collaboratively. Fox example, when the transmission is at geared neutral, the engine can be started collaboratively by two electric machines. While as when the transmission is under pure electric drive mode, the engine can be started by the first electric machine EM1.

When energy storage device (BT) is used in conjunction with the dual-mode electro-mechanical variable speed transmission, the transmission is capable of providing not only continuous speed ratio variation, but also energy buffering, offering the so-called hybrid drive operation. Under hybrid drive operation, power between the two electric machines no longer need to be balanced. The electric power generated by one electric machine may be more or less than that consumed by the other electric machine. Under such circumstances, the speed ratio node point at which one of the electric machines has zero rational speed may not coincide with the speed ratio at which the other electric machine has zero torque. The position of speed ratio at which one of the electric machines has zero torque varies with the power imbalance between the two electric machines. However, the position of speed ratio node point at which one of the electric machines has zero speed always remains the same regardless the power imbalance between the two electric machines.

When there is net electric power exchange between the electric power path within the transmission and the energy storage device, the electric machines have to fulfill double duties of both speed ratio regulation and power regulation. Thus, the power ratings of the electric machine should not be less than the maximum electric power split ratio times the rated power at the input shaft of the transmission.

FIG. 5 shows embodiment 2A, a simplified version of embodiment 2. In the simplified embodiment, the second electric machine EM2 couples directly to the counter shaft CTS, omitting gear set G3A, G3B. The second electric machine EM2, selectively connects to either the second branch (ring gear R) or the fourth branch (large sun gear S1) of the four-branch gear system through a single stage gear set G1A, G1B or G2A, G2B. In addition, embodiment 2A removes the brake BR and the third clutch CL3.

Embodiment 2A has the same functionalities as embodiment 2 except it lost the operations at the second and third fixed speed ratios.

Embodiment 2 has yet other variants. For example, FIG. 6 shows another variant, the embodiment 2B, of embodiment 2. In this embodiment, the Ravigneaux planetary gear-train was adopted as the four-branch gear system. The Ravigneaux gear-train includes a large and a small ring gears R1 and R2, a long planet gear PL, a short planet gear PS, a planet carrier C and a sun gear S. Each of the long planet gears PL is in internal meshing engagement with the second ring gear R2 and in external meshing engagement with the sun gear S; each of the short planet gears PS is in internal meshing engagement with the first ring gear R1 and in external meshing engagement with a corresponding long planet gear PL. The second ring gear R2 constitutes the first branch (I) of the four-branch gear system, the planet carrier C being the second branch (II), the first ring gear R1 being the third branch (III) and the sun gear S being the fourth branch (IV). The characteristic parameters K_(a) and K_(b) of the four-branch gear system are related to the teeth numbers of the first and second ring gears Z_(R1), Z_(R2) and to the teeth number of the sun gear Z_(S)

$\begin{matrix} {{{K_{a} = \frac{Z_{S}}{Z_{R\; 1} - Z_{S}}};}{K_{b} = \frac{\left( {Z_{R\; 1} + Z_{R\; 2}} \right)Z_{S}}{\left( {Z_{R\; 1} - Z_{S}} \right)Z_{R\; 2}}}} & (8) \end{matrix}$

The structure and connection characteristics of embodiment 2B can be expressed as

R2(EM1)−C(Output,EM2[CL1])−R1(Input)−S(EM2[CL2])

The notations and definition of symbols employed in above expression follow the same convention as previously described.

A noticeable characteristic in the layout of embodiment 2B is that the first and second electric machines are aligned co-axially with four-branch gear system. Embodiment 2B has the same functionalities as embodiment 2A.

FIG. 7 shows the embodiment 3, the third type embodiment of the current invention. Comparing with the second type of embodiment, embodiment 3 employs a four-branch differential planetary gear train instead of the Ravigneaux planetary gear train. Said four-branch differential planetary gear train includes a first and a second ring gears R1, R2, a first and a second sets of planet gears P1, P2, a planet carrier C and a sun gear S. The first ring gear R1 engages with the first set of planet gears P1; the second ring gear R2 engages with the second set of planet gears P2; each and every first planet gear couples with a corresponding second planet gear P2, forming a planet pair and having the same axis; the sun gear S engages with the second set of planet gears P2. Thus, the first ring gear R1 constitutes the first branch (I) of the four-branch gear system, the second ring gear R2 constitutes the second branch (II), the planet carrier C constitutes the third branch (III) and the sun gear constitutes the fourth branch (IV). The characteristic parameters of four-branch gear system K_(a), K_(b) are determined by the teeth numbers of the first and second ring gears Z_(R1), Z_(R2), the teeth numbers of the first and second planet gears Z_(P1), Z_(P2), and the teeth number of the sun gear Z_(S)

$\begin{matrix} {{{K_{a} = \frac{Z_{S}}{Z_{R\; 2}}};}{K_{b} = \frac{Z_{P\; 1}Z_{S}}{Z_{P\; 2}Z_{R\; 1}}}} & (9) \end{matrix}$

The rotor of the first electric machine EM1 couples directly to the first ring gear R1, establishing a connection to the first branch of the four-branch gear system with a fixed speed ratio (1). The output shaft system (Output) couples to the second ring gear R2 through gear sets G1A, G1B (G4A), G4B, establishing a connection to the second branch of the four-branch gear system with a fixed speed ratio of GR1×GR4. Input shaft (Input) couples through a torsion damper Dmp to the planet carrier C, establishing a connection to the third branch of the four-branch gear system with a fixed speed ratio (1). The second electric machine EM2 selectively either couples to the second ring gear R2 through gear set G1A, G1B, establishing a connection to the second branch with a first speed ratio of GR1, or couples to the sun gear S through gear set G2A, G2B, establishing a connection to the fourth branch of the four-branch gear system with a second speed ratio GR2. Here GR1, GR2 and GR4 are gear teeth ratios defined previously. The structure and connection characteristics of embodiment 3 as shown in FIG. 7 can be expressed as

R1(EM1)−R2(Output,EM2[CL1])−C(Input)−S(EM2[CL2])

The notations and definitions of symbols employed in above expression are the same as previously described.

Comparing with the simplified embodiment 2A shown in FIG. 5, the embodiment 3 shown in FIG. 7 not only employed a different four-branch gear system, but also omitted gear G4A, combining it with gear G1B. The power is transmitted to the output shaft system (Output) through the counter shaft with a single stage gear set G1B (G4A), G4B. Embodiment 3 performs the same functions as embodiments 2A and 2B, thus will not be repeated herein.

Similarly, embodiment 3 has variants. FIG. 8 shows embodiment 3A, which is derived from embodiment 3. In this case, the four-branch differential planetary gear train includes a first and a second sun gears S1 and S2, a first set and a second set of planet gears P1 and P2, planet carrier C and a ring gear R. The first sun gear S1 engages with the first set of planet gears P1. The second sun gear S2 engages with the second set of planet gears P2. Each and every first planet gear P1 couples to a corresponding second planet gear P2, forming a planet pair and having the same axis. The ring gear R engages with the first set of planet gears P1. Thus, the ring gear of the four-branch differential planetary gear train constitutes the first branch (I); the planet carrier C constitutes the second branch (II); the first sun gear S1 constitutes the third branch (III); and the second sun gear S2 constitutes the fourth branch (IV). The characteristic parameters K_(a) and K_(b) of the four-branch gear system are determined by the teeth numbers of the first and second sun gear Z_(S1), Z_(S2), the teeth numbers of the first and second planet gears Z_(P1), Z_(P2), and the teeth number of the ring gear Z_(R):

$\begin{matrix} {{{K_{a} = \frac{Z_{P\; 1}Z_{S\; 2}}{{Z_{P\; 2}Z_{S\; 1}} - {Z_{P\; 1}Z_{S\; 2}}}};}{K_{b} = {\frac{Z_{P\; 1}Z_{S\; 2}}{{Z_{P\; 2}Z_{S\; 1}} - {Z_{P\; 1}Z_{S\; 2}}}\left( {1 + \frac{Z_{S\; 1}}{Z_{R}}} \right)}}} & (10) \end{matrix}$

The structure and connection characteristics of the transmission represented by embodiment 3A shown in FIG. 8 can be expressed as

R(EM1)−C(Output,EM2[CL1])−S1(Input)−S2(EM2[CL2])

The notations and definitions of symbols employed in above expression are the same as previously described.

A common characteristic of the second and third types of embodiments is that the four-branch gear same is formed by a complete simple three-branch planetary gear train and an incomplete planetary gear train. The planet gears in the two planetary gear trains are coupled together either in co-axial connection arrangements or in meshing engagements. Said complete three-branch planetary gear train includes a ring gear, a set of planet gears, a planet carrier and a sun gear, and has three co-axial rotating members. Said incomplete planetary gear train includes a ring gear, a set of planet gears and a planet carrier, or a sun gear, a set of planet gears and a planet carrier. It has two co-axial rotating members.

FIG. 9 shows embodiment 4 of the current invention. It represents a typical example of the fourth type of embodiments. In contrast to the second and third types of embodiments, the four-branch gear system employed in the fourth type of embodiments is a compound planetary gear system formed by two complete three-branch planetary gear trains.

The four-branch planetary gear system of embodiment 4 is comprised of a first and a second complete simple planetary gear trains. Two members of the first planetary gear train are coupled respectively to the corresponding members of the second planetary gear train, forming a so-called four-branch differential planetary gear system. Each planetary gear train includes a ring gear (R1 or R2), a set of planet gears (P1 or P2), a planet carrier (C1 or C2) and a sun gear (S1 or S2). The first sun gear S1 of the first planetary gear train couples to the second sun gear S2 of the second planetary gear train, forming compound member S1S2; the first carrier C1 of the first planetary gear train couples to the second planet carrier C2 of the second planetary gear train, forming a common planet carrier C1C2. These connections form a four-branch differential planet gear system with the first ring gear R1 being the first branch (I), the second ring gear R2 being the second branch (II), the common carrier C1C2 being the third branch (III) and the compound first and second sun gears S1S2 being the fourth branch. The characteristic parameters of the four-branch differential planetary gear system K_(a), K_(b) are determined by the teeth numbers of the first and second ring gears Z_(R1), Z_(R2) and the teeth numbers of the first and second sun gears Z_(S1), Z_(S2)

$\begin{matrix} {{{K_{a} = \frac{Z_{S\; 2}}{Z_{R\; 2}}};}{K_{b} = \frac{Z_{S\; 1}}{Z_{R\; 1}}}} & (11) \end{matrix}$

The structure and connecting characteristics of embodiment 4 ca be expressed as

R1(EM1)−R2(Output,EM2[CL1])−C1C2(Input)−S1S2(EM2[CL2])

The symbols and notations employed in above expression are the same as previously defined.

Using two three-branch planetary gear trains and coupling two members of the first planetary gear train respectively to two dissimilar members of the second planetary gear train, or to a similar member and a dissimilar member of the second planetary gear train can also constitute a four-branch compound planetary gear system. As an example, FIG. 10 shows embodiment 4A where the four-branch compound planetary gear system is formed by two simple planetary gear trains. The planet carrier C1 of the first planetary gear train couples to a similar member, the second planet carrier C2, of the second planetary gear train, forming a common planet carrier C1C2. The sun gear S1 of the first planetary gear train couples to a dissimilar member, the second ring gear R2, of the second planetary gear train, forming a compound member S1R2. The compound member S1R2 constitutes the first branch (I) of the four-branch gear system, the common carrier C1C2 constitutes the second branch (II); the first ring gear R1 of the first planetary gear train constitutes the third branch (III) and the second sun gear S2 of the second planetary gear train constitutes the fourth branch (IV). The characteristic parameters of the four-branch gear system K_(a), K_(b) are determined by the teeth numbers of the first and second ring gears Z_(R1), Z_(R2), and the teeth numbers of the first and second sun gears Z_(S1), Z_(S2).

$\begin{matrix} {{{K_{a} = \frac{Z_{S\; 1}Z_{S\; 2}}{{Z_{R\; 1}Z_{R\; 2}} - {Z_{S\; 1}Z_{S\; 2}}}};}{K_{b} = \frac{\left( {Z_{R\; 1} + Z_{S\; 1}} \right)Z_{S\; 2}}{{Z_{R\; 1}Z_{R\; 2}} - {Z_{S\; 1}Z_{S\; 2}}}}} & (12) \end{matrix}$

The structure and connecting characteristics of embodiment 4A shown in FIG. 10 can be expressed as

S1R2(EM1)−C1C2(Output,EM2[CL12])−R1(Input)−S2(EM2[CL12])

The symbols and notations used in above expression are the same as previously defined. CL12 represents an integrated clutch.

In embodiment 4A, the second electric machine EM2 is aligned on the same axis as the first electric machine EM1 and the compound planetary gear system. The second electric machine EM2 selectively couples to gear G1B or gear G2B through the integrated clutch CL12. The integrated clutch CL12 is installed on the counter shaft CTS, and has three engagement positions: engaging only with G1B, engaging with both G1B and G2B, or engaging only with G2B. Usually, the integrated clutch CL12 is required to provide at least two engagement positions; that is either engaging with G1B or engaging with G2B.

FIG. 11 shows embodiment 4B of the current invention. In this embodiment, the four-branch compound planetary gear system is comprised of a first and a second simple planetary gear trains. The planet carrier C1 of the first planetary gear train couples to the ring gear R2 of the second planetary gear train, forming a compound member C1R2. The sun gear S1 of the first planetary gear train couples to the sun gear S2 of the second planetary gear train, forming another compound member S1S2. In this case, the ring gear R1 of the first planetary gear train constitutes the first branch (I) of the four-branch gear system. The first compound member C1R2 constitutes the second branch (II). The planet carrier C2 of the second planetary gear train constitutes the third branch (III) and the second compound member S1S2 constitutes the fourth branch (IV). The characteristic parameters of the four-branch gear system K_(a), K_(b) are determined by the teeth numbers of the first and second ring gears Z_(R1), Z_(R2) and the teeth numbers of the first and second sun gears Z_(S1), Z_(S2).

$\begin{matrix} {{{K_{a} = \frac{Z_{S\; 2}}{Z_{R\; 2}}};}{K_{b} = \frac{{Z_{R\; 1}Z_{S\; 2}} + {Z_{R\; 2}Z_{S\; 1}} + {Z_{S\; 1}Z_{S\; 2}}}{Z_{R\; 1}Z_{R\; 2}}}} & (13) \end{matrix}$

The structure and connecting characteristics of embodiment 4B can be expressed as

R1(EM1)−C1R2(Output,EM2[CL1])−C2(Input)−S1S2(EM2[CL2])

The symbols and notations used in above expression are the same as previously defined.

Comparing to other embodiments described previously, the first electric machine EM1 of embodiment 4B connects, through gears G5A and G5B, to the ring gear R1 of the first planetary gear train with a fixed speed ratio GR5. The ring gear R1 represents the first branch of the four-branch gear system. Speed ratio GR5 is calculated as

$\begin{matrix} {{{GR}\; 5} = \frac{Z_{G\; 5B}}{Z_{G\; 5A}}} & (14) \end{matrix}$

where ZG5A, ZG5B are teeth numbers of gear G5A and gear G5B, respectively.

Additionally, in embodiment 4B, the first electric machine EM1, the second electric machine EM2 and the four-branch gear system are arranged on different axes of rotation.

In summary, the basic steps in design and producing the second through the fourth types of embodiments described above include constructing a four-branch gear system and connecting the four branches of the gear system to the input shaft, the output shaft system, and the two electric machines in the following manner: connecting the first electric machine to the first branch (or the fourth branch) with a fixed speed ratio, selectively connecting the second electric machine either to the second branch (or the third branch) or to the fourth branch (or the first branch) with at least two different speed ratios, connecting the input shaft to the third branch (or the second branch) with a fixed speed ratio, and connecting the output shaft system to second branch (or third branch) with a fixed speed ratio. The input shaft couples to the four-branch gear system through a torsion damper. The connection of first electric machine to the four-branch gear system can be direct or indirect through a single-stage setup gears. The connections of the second electric machine and of the output shaft system to the four-branch gear system are either through a single-stage gear set or through two-stage gear sets.

The performance characteristics of said four-branch gear system are uniquely defined by its characteristic parameters K_(a) and K_(b). The relationships between the parameters K_(a), K_(b) and the teeth numbers of the associated gears are determined by the structure of a specific four-branch gear system.

For practicality consideration of the four-branch gear system, it is necessary to impose restrictions on the structure and the characteristic parameters of the four-branch gear system. This is done to ensure that the four-branch gear system so constructed is suitable for constructing the dual-mode electro-mechanical variable speed transmission and is capable of satisfying all specified functional requirements. The aforementioned inequality Equation (7) set forth the power constraints for electric machines from the power matching perspective. It is recommended that following condition be satisfied when designing and selecting characteristic parameters for a four-branch gear system.

$\begin{matrix} {\frac{K_{b}\left( {K_{a} + 1} \right)}{K_{b} - K_{a}} \leq 2.75} & (15) \end{matrix}$

Additionally, for restricting the rotational speed of electric machines, particularly at high speed regime, it is further recommended that the following relationship holds true.

$\begin{matrix} {\frac{K_{b} + 1}{{GR}\; 5} \leq 3} & \left( {16a} \right) \end{matrix}$

If the first electric machine couples directly to the four-branch gear system, GR5=1, the inequality relationship (16a) regresses to

K_(b)≦2  (16b)

Other four-branch gear systems can be constructed by using planetary gear trains. These four-branch gear systems can be, in turn used to derive other useful embodiments that incarnate the current invention. Although these embodiments are not described here, they should be considered under the scope of the current invention.

It should be pointed out that the electric machine referred in this disclosure is a generic term; it refers to both electric motor and electric generator.

INDUSTRIAL USEFULNESS

The parts and components required by the aforementioned embodiments can be readily made by industrial manufacturing means. This warrants that the dual-mode electro-mechanic variable speed transmission is obtainable. Said transmission can be operated under two different power splitting modes, and thus is capable of avoiding internal power circulation and offering higher power transmission efficiency. Said transmission can provide, in a wide range, independent and continuous output to input speed ratio change and power regulation, extending significantly operation range. The new dual-mode electro-mechanical variable speed transmission reduces power demand on electric machines, making the construction of the transmission simple, more compact, and low cost. The transmission is capable of proving continuous speed change from reverse to full stop and to forward, without the need for vehicle launching device. It significantly improves the overall fuel efficiency of the vehicle. 

1. A dual-mode electro-mechanical variable speed transmission comprises a gear system, an input shaft, an output shaft system, a first electric machine and a second electric machine; said gear system includes at least three-branches, having two degrees rotational freedom; the rotational speeds of any two of the branches fully defines the rotational speeds for other branches of the gear system; said first electric machine couples to a branch of gear system with a fixed speed ratio; said output shaft system couples to another branch of the gear system with a fixed speed ratio; said input shaft couples to yet anther branch of the gear system with a fixed speed ratio; said second electric machine couples selectively with two different speed ratios to two branches of the gear system; said two branches are not connected to the first electric machine and one of the said two branches is the connected to the output shaft system.
 2. The dual-mode electro-mechanical variable speed transmission according to claim 1 wherein: said gear system is a four-branch planetary gear system; said first electric machine couples to a branch of the four-branch planetary gear system with a fixed speed ratio; said output shaft system couples to another branch of the four-branch planetary gear system with a fixed speed ratio; said input shaft couples to yet another branch of the four-branch planetary gear system with a fixed speed ratio; said second electric machine couples selectively to the last branch of the four-branch planetary gear system and to the branch that is connected to the output shaft system, respectively, with two different speed ratios.
 3. The dual-mode electro-mechanical variable speed transmission according to claim 2 wherein: the maximum continuous power rating of said electric machines is P_(em), the maximum power at the input shaft is P_(in); the distance in the speed monograph for said four-branch gear system between the first branch and the third branch measures K_(b) units, the distance between the second branch and the third branch measures K_(a) units, the distance between the third branch and the fourth branch is a unit; the characteristic parameters of the four-branch planetary gear system K_(a), K_(b) satisfy following relationship: $\frac{K_{b}\left( {K_{a} + 1} \right)}{K_{b} - K_{a}} \leq \left( \frac{1 + {P_{em}/P_{in}}}{1 - {P_{em}/P_{in}}} \right)^{2}$
 4. The dual-mode electro-mechanical variable speed transmission according to claim 1 wherein: said second electric machine selectively couples to at least two branches of the gear system with different speed ratios, said speed ratios form a specific proportional relationship, said proportional relationship is determined by the characteristic parameter or parameters of the gear system.
 5. The dual-mode electro-mechanical variable speed transmission according to claim 2 wherein: said second electric machine selectively couples to a branch of the four-branch planetary gear system, said branch is being connected to the output shaft system through at least a pair of meshing gears G1A and GB, where gear G1A directly connects to the said branch; said second electric machine selectively couples to another branch of the four-branch planetary gear system through at least a pair of meshing gears G2A and G2B, where gear G2A directly connects to the said branch; the distance in speed monograph for the four-branch system between the first and the third branch and the distance between the second and third branch are K_(b) units and K_(a) units, respectively; the distance between the third and fourth branch is a unit; said characteristic parameters of the four-branch planetary gear system K_(a) and K_(b), and the gear teeth ratios GR1 and GR2 of said two pairs of meshing gears satisfy the following relationship: ${\frac{{GR}\; 2}{{GR}\; 1} = \frac{K_{b} + 1}{K_{b} - K_{a}}};$ ${{{GR}\; 1} = \frac{Z_{G\; 1B}}{Z_{G\; 1A}}};$ ${{{GR}\; 2} = \frac{Z_{G\; 2B}}{Z_{G\; 2A}}};$ where Z_(G1A), Z_(G1B), Z_(G2A), Z_(G2B) are teeth numbers of gear G1A, G1B, G2A and G2B, respectively.
 6. The dual-mode electro-mechanical variable speed transmission according to claim 1 wherein: said dual-mode transmission further includes at least a counter shaft and at least a clutch; said second electric machine selectively couples to two different branches of said gear system through said counter shaft or shafts and said clutch or clutches.
 7. The dual-mode electro-mechanical variable speed transmission according to claim 3 wherein: said transmission further includes a brake or brakes; said transmission provides at least two fixed input-to-output speed ratios by using said brake or clutch independently or by using said brake and clutch collaboratively.
 8. The dual-mode electro-mechanical variable speed transmission according to claim 1 wherein: said transmission includes at least a clutch or brake; at least one clutch or brake is positive engagement type; at least one clutch or brake has two or more operating positions.
 9. The dual-mode electro-mechanical variable speed transmission according to claim 2 wherein: said transmission includes at least a clutch, a brake and a fixed member; the first electric machine couples to the first branch of the four-branch planetary gear system; the output shaft system couples to the second branch of the four-branch planetary gear system; the input shaft couples to the third branch of the four-branch planetary gear system; the second electric machine couples selectively either to the second branch or to the fourth branch of the four-branch planetary gear system; said fourth branch of the four-branch planetary gear system couples selectively either to said fixed member or to another branch of the four-branch planetary gear system, said transmission provides at least three fixed input-to-output speed ratios.
 10. The dual-mode electro-mechanical variable speed transmission according to claim 2 wherein: the distance in the speed monograph between the first branch and the third branch of the four-branch planetary gear system and the distance between the second and third branch of the four-branch planetary gear system are K_(a) and K_(b) units, respectively; the distance between the third and fourth branch is a unit; the characteristic parameters of the four-branch planetary gear system K_(a) and K_(b) satisfy following relationship, ${\frac{K_{b}\left( {K_{a} + 1} \right)}{K_{b} - K_{a}} \leq 2.75};$ K_(b) ≤ 2; said first electric machine couples to the first branch of the four-branch planetary gear system; said output shaft system couples to the second branch of the four-branch planetary gear system; said input shaft couples to the third branch of the four-branch planetary gear system; said second electric machine couples selectively either to the second branch or to the fourth branch of the four-branch planetary gear system; the connection of the second electric machine to the corresponding branch of the four-branch planetary gear system is established through at least a single stage meshing gear set; said output shaft system includes a differential unit, the connection of the output shaft system to the corresponding branch of the four-branch planetary gear system is established through at least a single stage meshing gear set.
 11. A method of designing, producing and operating the dual-mode electro-mechanical variable speed transmission according to claim 1 wherein: said method includes constructing a planetary gear system, said planetary gear system having at least four branches and four co-axial rotating members, each branch corresponding to a said co-axial rotating member, said planetary gear system having two degrees of rotational freedom, the speeds of any two branches fully determining the speeds for the rest branches of the planetary gear system, the distance in speed monograph between the first and third branch being K_(b) units, the distance between the second and the third branch being K_(a) units, the distance between the third and fourth branch being a unit; designing and producing an input shaft capable of transmitting a maximum power no less than P_(in); designing and producing an output shaft system; designing and producing at least a clutch, said clutch having at least one operative engagement position; connecting the first electric machine to the first branch of the planetary gear system with a fixed speed ratio, connecting the output shaft system to the second branch of the planetary gear system with a fixed speed ratio, connecting the input shaft to the third branch of the planetary gear system, selectively connecting the second electric machine to the second branch or to the fourth branch of the planetary gear system, respectively with two speed ratios of GR×GR1 or GR×GR2, respectively, where GR×GR1 being the speed ratio of the second branch to the second electric machine and GR×GR2 being the speed ratio of the fourth branch to the second electric machine, said connections constituting the dual-mode variable speed transmission; said transmission providing at least two different operating modes; mode switching being accomplished through said clutch or clutches, at operating mode switching point, said clutch being synchronized with no speed interruption; the rotational speed ratio of the second branch to the third branch of the planetary gear system at the mode switching point being SR_(b); selecting the characteristic parameters of the planetary gear system K_(a), and K_(b) such that the following relationship holding true, ${{\frac{\left( {{Ka} + 1} \right)\left( {1 - {SR}_{b}} \right)}{K_{a} \cdot {SR}_{b}} + 1} = \frac{{GR}\; 2}{{GR}\; 1}};$ $\frac{K_{b}\left( {K_{a} + 1} \right)}{K_{b} - K_{a}} \leq \left( \frac{1 + {P_{em}/P_{in}}}{1 - {P_{em}/P_{in}}} \right)^{2}$
 12. The method of designing, producing and operating said dual-mode variable speed transmission according to claim 11 wherein: said method further includes producing a fixed member and a brake or brakes; said fourth branch of the planetary gear system is either coupled to the fixed member through said brake or to other branch or branches of the planetary gear system through a clutch or clutches, or not coupled to neither the fixed member nor any other branch of the planetary gear system; the transmission so constructed is capable of providing fixed speed ratios and continuously variable speed ratios; said transmission has at least two fixed speed ratios and two power splitting operation modes; said method further includes determining the operation style of the transmission being either stepwise speed variation or continuous speed variation according to requirements of the operation; setting operation states of the electric machines, monitoring and controlling the speed ratio of the transmission, such that at the operation mode switching point or a fixed speed ratio point the rotating members of the relevant clutch or brake being synchronized in speed and there being not interruptions in speed or power during the engagement of said clutch or brake. 